Casio SE-S6000 Example 2, With rate tax Preparation, Appendix, Programming procedure, Mode Switch

Appendix

Example 2, With rate tax:

Preparation:

TAX	Price range		Max. break point				Difference	Pattern
(7%)	Min. break point	Max. break point	Upper		Lower
$ .00	$ .01	$ .07	7	–	0	=	7	Non-cyclic
.01	.08	.21	21	–	7	=	14
.02	.22	.35	35	–	21	=	14
.03	.36	.49	49	–	35	=	14	Cyclic
.04	.50	.64	64	–	49	=	15
.05	.65	.78	78	–	64	=	14
.06	.79	.92	92	–	78	=	14
.07	.93	1.07	107	–	92	=	15
.08	1.08	1.21	121	– 107		=	14
.09	1.22	1.35	135	– 121		=	14
.10	1.36	1.49	149	– 135		=	14
.11	1.50	1.64	164	– 149		=	15	Cyclic
.12	1.65	1.78	178	– 164		=	14
.13	1.79	1.92	192	– 178		=	14
.14	1.93	2.07	207	– 192		=	15
1.40	19.93	20.07
On all sales above $20.07, compute the tax
at the rate of 7 %.
Tax rate (2-digit for integer + 4- digit for decimal)							7%
Tax table maximum value (“0” means unlimited).							2007
Rounding/tax table system code							0002 (Cut off & table + rate)
Sum of a cyclic pattern							100 (14+14+14+15+14+14+15)
Number of values in each cyclic pattern							7
Number of values in each non-cyclic pattern							7
Actual value of difference of the non-cyclic and cyclic values							14, 14, 14, 15, 14, 14, 15

Programming procedure:

REG2X1

REG1 Z1

OFF	X2/Z2
RF
PGM	PGM

Mode Switch

Tax table 1 =0125 Tax table 2 =0225 Tax table 3 =0325

Tax rate (2-digit for integer + 4-digit for decimal)

Tax table maximum value (“0” means unlimited).

Rounding/tax table system code

Sum of a cyclic pattern

Number of values in each cyclic pattern

Number of values in each non-cyclic pattern

Actual value of difference of the non-cyclic and cyclic values

You must enter these values in 4-digit block. If the last block comes out to be only two digits, add two zeros.

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